Topic: odd number list of topics
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19 items are filed under this topic.

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	The largest odd number using the digits 08672		2014-06-24
		From audrey: what is a 5 digit greatest odd number out of this given digits? 08672 Answered by Robert Dawson.
	The square of any odd number, decreased by 1, is divisible by 8		2012-11-16
		From bailey: Prove that the square of any odd number, decreased by 1, is divisible by 8 Answered by Penny Nom.
	15 pigs and 6 pens		2011-11-16
		From Mike: I have 15 pigs and 6 pens, I have to put them in odd numbers, how do I do it. Answered by Chris Fisher.
	Twice an even number		2011-10-10
		From Ron: The number of dollars that Tracy has in her pocket is an odd number. Hal gave Tracy $2 more than she already had in her pocket. The number of dollars Tracy now has cannot be _________. a) $60 b) $62 c) $64 d) 68 Answered by Penny Nom.
	Three consecutive odd numbers		2011-03-11
		From George: Write an equation three consecutive odd numbers whose sum is 75 Answered by Penny Nom.
	Odd numbers with no repeated digits		2010-05-01
		From jameka: How many odd numbers can be written from the set {2,3,4,5,6} if no digits may be used more than once? Answered by Penny Nom.
	7 odd numbers		2010-02-19
		From mike: Hello there, Problem: find 7 odd numbers who sum is equal to 30. Hint*My professor said it's possible to add 7 odd numbers and get 30 for an answer! and he said we can use Negative and rational numbers but no decimal or fractions. So is there anyway of solving this? Please get back to ASAP! thanks. Answered by Harley Weston and Tyler Wood.
	Three digit odd numbers		2010-02-04
		From Rebecca: Question from rebecca, a student: how many three digit odd numbers can be formed using the digits 1,2,3,4,5,6 without using any digit more than once? Answered by Tyler Wood.
	15 pigs in 4 pens		2009-04-22
		From Melissa: A farmer has 15 pigs. He wants to put them all into 4 pens, have an odd number of pigs in each pen, and have no pigs left over. Also, he isn't thinking about having any for dinner, as they are his pets. How does he do it? Answered by Robert Dawson.
	Two consecutive odd numbers		2007-03-19
		From Alicia: The sum of two consecutive odd numbers is divisible by 4. Can you make similar statements about the sum of three consecutive odd numbers and of four consecutive odd numbers? Generalize your findings. I tried : n= smallest odd number therefore the next = n, n+2 and the second =n+4 and the third = n+6 Now n+ n+2+n+4+n+6/4 Please help I am not sure of this I am just trying Answered by Penny Nom.
	The square of an odd number		2007-03-16
		From Samantha: Is the square of an odd number always odd? Answered by Stephen La Rocque and Penny Nom.
	21 pigs and only 4 pig pens		2007-01-11
		From Emma: i was given this pig pen problem. if there are 21 pigs and only 4 pig pens how can you distribute the pigs into the pens and have an odd number of pigs in each pen. it doesn't seem possible to me. i need help! Answered by Haley Ess.
	Factors		2006-11-22
		From Jacqueline: Why do the numbers 16,36,48,60,64,90 and 100 have an odd number of factors? Answered by Stephen La Rocque and Penny Nom.
	An odd number of factors		2006-10-28
		From Anthony: What is the common name used for numbers that have an odd number of factors? This answer should be a two word answer only. Answered by Stephen La Rocque.
	Three consecutive odd numbers		2006-10-21
		From Pige: The sum of three consecutive odd numbers is 387. Find the numbers. Answered by Penny Nom.
	Two row arrays		2003-09-03
		From Madalyn: My question is, what are #'s that can not be arranged in two row arrays called? Answered by Penny Nom.
	14, with 5 ODD numbers		2001-01-23
		From Robyn Ernst: How can you get 14, with 5 ODD numbers? Answered by Claude Tardif.
	An odd number of factors		1999-10-22
		From Melissa: What is the common name used for numbers that have an odd number of factors? What is the least positive integer that has exactly 13 factors? Answered by Penny Nom.
	Evens and odds		1999-05-04
		From Emily Hays: My name is Emily Hays, I am in the 6th grade and my teacher gave me some extra probelms to see if I could solve them. She can't find the KEY and I can't figure out the probelm so she suggested I e-mail you guys to see if you could help us. Here's the Problem: The numbers 1,2,3...,1999 are written on the blackboard in the classroom. Evertime the teacher enters the room he chooses two numbers on the blackboard, say a & b, with a> or equal to b, then he erases them and writes the difference a-b somewhere on the blackboard. After this procedure is carried on 1998 times, there will be only one number left on the blackboard. Prove the last remaining number must be even. I hope you can help us! Answered by Chris Fisher and Harley Weston.

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